MATH 1A Midterm: math1A-fa2004-mt2-Borcherds-exam

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8 Jan 2019
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1 mark, which will be given only for a clea. r correct answel and conect working. There is no partial credit for wtong answers: difierentiate g = o/cos(g), differentiate y = tan(cos(r)), find d. y ld. a by implicit difierentiation if a2y2 + xsin(y) = 4, firrd the 43rd dcrivative of sin(2"r). to. Show thdt the equatiol 2 + 4a + 2ax * 5c5 = 0 has exactly one real root. Find the intervals on which / is increasing or decrcasing and all local maximum irnd rninimum values of f(x) = aa" .

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